Papers for research purpose
A list of the papers I have collected

• Unknown.
  Analyse harmonique C. I. M. P. A., 366-439.
  A

• Anton Dekkers and Emile Aarts.
  Global optimization and simulated annealing, Mathematical programming 50 (1991) 367-391.

• Barry Adams.
  Applications of Maple in the physical sciences. Encounters with chaos, preprint, 1994.

• Robert J. Adler.
  A Hölder condition for the local time of the Brownian sheet, Indiana University Journal, Vol. 29, No. 5, 1980.

• Vishnu K. Agrawala and Jordan G. Belifante.
  Weight diagrams for Lie group representations: a computer implementation of Freudenthal's algorithm in Algol and Fortran, Bit 9, 1971, 301-314.

• V. E. Akman and A. E. Raferty.
  Asymptotic inference for a change-point Poisson process, The annals of statistics, 1966, Vol. 14, 1583-1590.

• A. Alekseev, E. Meinrenken and C. Woodward.
  Linearization of Poisson actions and singular values of matrix products, Ann. Inst. Fourier, Grenoble, 2001, 1691-1717.

• Georgios K. Alexopoulos.
  Sub-laplacians with drift on Lie groups of polynomial volume growth, preprint, ICMS Instructional Conference (Analysis on Lie Groups and Partial Differential Equations), Edinburgh, April 1999, 1-24.

• Marie-France Allain.
  Semi-martingales indexées par une partie de et formule de Ito. Cas continu, Z. Wahrscheinlichkeitstheorie verw. Gebiete 65, 421-444 (1984).

• J.-P. Allaouche, J. L. Davison, M. Queffélec and L. Q. Zamboni.
  Transcendence of Sturmian or Morphic Continued Fractions, Journal of Number Theory 91, 39-66, 2001.

• Nils Byrial Andersen, Gestur Ólafsson and Henrik Schlichtkrull.
  On the inversion of the Laplace and Abel transform for causal symmetric spaces, preprint, 1-18.

• Arlene Anderson and Roberto Camporesi.
  Intertwinning Operators for Solving Differential Equations with Applications to Symmetric Spaces, Commun. Math. Phys. 130, 1990, 61-62.

• G. W. Anderson.
  A short proof of Selberg's generalized beta formula, Forum Math. 3, 1991, 415-417.

• Michael T. Anderson.
  The Dirichlet problem at infinity for manifolds of negative curvature, preprint, 1-39.

• T. W. Anderson and D. A. Darling.
  Asymptotic theory of certain ``goodness of fit'' criteria based on stochastic processes, Annals of Math. Stat. 23 (1952), 193-212.

• Aldo Andreotti and Wilhelm Stoll.
  Extension of holomorphic maps, Annals of mathematics, September, 1960, Vol. 72, No. 2, 312-349.

• Jean-Philippe Anker.
  La forme exacte de l'estimation fondamentale de Harish-Chandra, C. R. Acad. Sci. Paris, t. 305, série I, 1987, 371-374.

• Jean-Philippe Anker.
  Le noyau de la chaleur sur les espaces symétriques , Lecture Notes in Mathematics 1359, (Springer-Verlag, New-York), 1988, 60-82.

• Jean-Philippe Anker.
  Fourier multipliers on Riemannian symmetric spaces of the noncompact type, Annals of Math. 132, 1990, 597-628.

• Jean-Philippe Anker.
  Handling the inverse spherical Fourier transform, preprint, 1-6.

• Jean-Philippe Anker.
  A basic inequality for scattering theory on Riemannian symmetry spaces of the noncompact type, preprint, 1-6.

• Jean-Philippe Anker.
  The spherical Fourier transform of rapidly decreasing functions. A simple proof of a characterization due to Harish-Chandra, Helgason, Tombi and Varadarajan, J. Funct. Anal. 96 (1991), no. 2, 331-349.

• Jean-Philippe Anker.
  Sharp estimates for some functions of the Laplacian on noncompact symmetric spaces, preprint, 1-36.

• Jean-Philippe Anker.
  Talk on Root Systems.

• Jean-Philippe Anker.
  Summary of results on the heat kernel.

• Jean-Philippe Anker.
  Rapport sur le projet d'habilitation de Piotr Graczyk, preprint, 2001.

• Jean-Philippe Anker, Ewa Damek and Chokri Yacoub.
  Spherical analysis on harmonic AN groups, Les prépublications de l'Institut Élie Cartan 33, 1994, 1-29.

• Jean-Philippe Anker and Noël Lohoué.
  Multiplicateurs sur certains espaces symétriques, American Journal of Mathematics 108, 1986, 1303-1354.

• Jean-Philippe Anker and Alberto G. Setti.
  Asymptotic finite propagation speed for heat diffusion on certain Riemannian manifolds, preprint, 1-8.

• Jean-Philippe Anker et Lizhen Ji.
  Heat kernel and Green functions estimates on noncompact symmetric spaces I, II, Les prépublications de l'Institut Élie Cartan, 98, no. 13.

• Jean-Philippe Anker et Lizhen Ji.
  Comportement exact du noyau de la chaleur et de la fonction de Green sur les espaces symétriques non conpacts, C. R. Acad. Sci. Paris, t. 326, Série I, 153-156, 1998.

• J.-P. Anker, L. Ji.
  Heat Kernel and Green Function Estimates on Noncompact Symmetric Spaces, Geometric and Functional Analysis, 1999, v. 9, n. 6, 1035-1091.

• Jean-Philippe Anker, Philippe Bougerol and Thierry Jeulin.
  The infinite Brownian loop on a symmetric space, 1999, preprint, 1-57.

• J.-P. Anker and P. Ostellari.
  The heat kernel on noncompact symmetric spaces, Lie groups and symmetric spaces, 27-46, Amer. Math. Soc. Transl. Ser. 2, 210, Amer. Math. Soc., Providence, RI, 2003.

• K. Aomoto.
  Sur les transformations d'horisphère et les équations intégrales qui s'y rattachent, J. Fac. Sci. Univ. Tokyo, 14, 1967, 1-23.

• K. Aomoto.
  Jacobi polynomials associated with Selberg integrals, SIAM J. Math. Anal. Vol. 8, No. 2, 1987, 545-549.

• Tom M. Apostol and Mamikon A. Mnatsakanian.
  Cycloidal Areas without Calculus, Math Horizons, September 1999, 12-18.

• David Applebaum.
  Levy processes in Lie groups and manifolds, Extended abstract for conference on Levy processes: theory and applications, University of Aarhus, 18-22 January 1999, 1-5.

• D. Applebaum and A. Estrade.
  Isotropic Lévy processes on Riemannian manifolds, The Annals of Probability, 2000, Vol. 28, No. 1, 166-184.

• Grant F. Armstrong, Grant Cairns and Gunki Kim.
  Lie algebras of cohomogical codimension one, Proceddings of the American Mathematical Society, Volume 127, Number 3, 1999, p. 709-714.

• Marc Arnaudon.
  Semi-martingales dans les espaces homogènes, Ann. Inst. Poincaré, Vol. 29, no. 2, 1993, 269-288.

• Richard Askey.
  Jacobi polynomials, I. New proofs of Koornwinder Laplace type integral representation and Bateman's bilinear sum, SIAM J. Math. Anal. Vol. 5, No. 1 (1974), 119-124.

• Helmer Aslaksen.
  Quaternionic Determinants, The mathematical intelligencer vol. 18, 1996, 57-65.

• Magdy Assem.
  Unipotent orbital integrals of spherical functions on -adic symplectic groups, preprint, 1-39.

• Magdi Assem.
  Remarks on unipotent orbital integrals and Shlika germs for SL(n), preprint, 1-28.

• Magdi Assem.
  Unipotent orbital integrals of spherical functions on -adic symplectic groups, J. Reine Angew. Math. 437 (1993), 181-216.

• I. G. Avramidi
  The heat kernel on symmetric spaces via integrating over the group of isometries, Physics Letters - Section B, 1994, v. 336, n. 2, p.171-178.

• Anne-Marie Aubert and Roger Plymen.
  Explicit Plancherel formula for the -adic group , C. R. Math. Acad. Sci. Paris 338 (2004), no. 11, 843-848.

  There is a longer version of that paper.

• Jean-Marc Azaïs.
  Conditions for convergence of number of crossings to the local time. Application to stable processes with independent increments and to Gaussian processes, Probability and Mathematical Statistics, Vol. 11, Fasc. 1 (1980), 19-36.
  B

• M. Babillo<t.
  A probabilistic approach to heat diffusion on symmetric spaces, Journal of Theoretical Probability, Vol. 7, No. 3, 1994.

• Andrew Baker.
  Right Eigenvalues for quaternionic matrices: a topological approach, preprint, 1991, 1-5.

• Dominique Bakry and Zhongmin Qan.
  On Harnack estimates for positive solutions of the heat equation on a complete manifold, C. R. Acad. Sci. Paris, t. 324, Série I, 1037-1042, 1997.

• R. M. Balan.
  A strong Markov property for set-indexed processes, to appear in the Stat. Probab. Letters, 1-10.

• R. M. Balan.
  Set-indexed processes with independent increments, preprint, 1-19.

• R. M. Balan and B. G. Ivanoff.
  A Markov property for set-indexed processes, preprint, 1-30.

• L. Barchini and S. Ben Said.
  Hypergeometric functions associated to cones of convex type in a Euclidean Jordan algebra, Journal of Functional Analysis, 2002, 213-230.

• M. T. Barlow.
  On the Liouville Property for Divergence From Operators, preprint, 1-10.

• Daniel Barsky and Michel Carpentier.
  Polynômes de Jacobi généralisés et intégrales de Selberg, The Electronic Journal of Combinatorics 3 (2), 1-33, 1996.

• Richard Bass.
  Joint continuity and representations of additive functionals of -dimensional Brownian motion, Stochastic processes and their applications 17 (1984) 211-227.

• Richard F. Bass.
  The Doob-Meyer decomposition revisited, Canad. Math. Bull. Vol. 39 (2), 1996, 138-150.

• Richard F. Bass and Ronald Pike.
  The space and weak convergence for set-indexed processes, The Annals of Probability, 1985, Vol. 13, No. 3, 860-884.

• Bau, J. J, Chen, Hubert J., Chen, Shun-Yi.
  Lower percentage points of Hartley's extremal quotient statistic and their applications, Comm. Statist. Simulation Comput. 26 (1997), no. 2, 443-465.

• Peter H. Baxendale.
  Asymptotic behaviour of stochastic flows of diffeomorphisms, Probab. Th. Rel. Fields 73, 1986, 51-85.

• R. J. Beerends.
  The Fourier transform of Harish-Chandra's -function and inversion of the Abel transform, Math. Ann. 277, 1987, 1-23.

• R. J. Beerends.
  On the Abel transform and its inversion, Dissertation, University of Leiden, 1987.

• R. J. Beerends.
  An introduction to the Abel transform, Miniconference on harmonic analysis and operator algebras (Canberra, 1987), 21-33, Proc. Centre Math. Anal. Austral. Nat. Univ., 15, Austral. Nat. Univ., Canberra, 1987.

• R. J. Beerends.
  The Abel transform and shift operators, Comp. Math. 66, 1988, 145-197.

• R. J. Beerends.
  A transmutation property of the generalized Abel transform associated with root system , Indag. Mathem., N. S., 1 (2), 1990, 155-168.

• R. J. Beerends.
  Chebyshev polynomials in several variables and the radial part of the Laplace-Beltrami operator, Trans. of the Amer. Math. Soc., vol. 328, no. 2, Dec. 1991, 779-814.

• R. J. Beerends.
  Some special values for the BC type hypergeometric function, Contemporary Math., vol. 138, 1992, 27-49.

• R. J. Beerends and E. M. Opdam.
  Certain hypergeometric series related to the root system BC, Transactions of the American Mathematical Society, October 1993, 581-609.

• Alexander D. Bendikov and L. Saloff-Coste.
  Probability and potentials on locally compact groups, preprint, ICMS Instructional Conference (Analysis on Lie Groups and Partial Differential Equations), Edinburgh, April 1999, 1-12.

• F. A. Berezin.
  Laplace operators on semisimple Lie groups, Amer. Math. Soc. Transl. (2) 21, 239-339, 1962.

• F. A. Berezin and I. M. Gel'fand.
  Some remarks on the theory of spherical functions on symmetric Riemannian manifolds Amer. Math. Soc. Transl. (2) 21 1962 193-238.

• Carlos Berenstein and Enrico Casadio Tarabusi.
  Inversion formulas for the -dimensional Radon transform in real hyperbolic spaces, preprint, 1-18.

• Carlos Berenstein and Enrico Casadio Tarabusi.
  On the Radon and Riesz transforms in real hyperbolic spaces, preprint, 1-20.

• Carlos Berenstein and Enrico Casadio Tarabusi.
  Range of the -dimensional Radon transform in real hyperbolic spaces, preprint, 1-14.

• I. N. Bernshtein and A. V. Zelevinskii.
  Representations of the group where is a non-archimedean local field, Russian Math. Surveys 31, 1976, 1-68.

• M. van den Berg, Peter B. Gilkey.
  Heat Content Asymptotics of a Riemannian Manifold with Boundary, Journal of Functionnal Analysis, 120, 1994, 48-71.

• M. van den Berg, S. Desjardins and P. Gilkey.
  Functorality and heat content asymptotics for operators of Laplace type, preprint, 1993.

• Corinne Berzin.
  Approximation du temps local des champs aléatoires gaussiens stationnaires par régularisation des trajectories, C. R. Acad. Sci. Paris, 1988, 291-294.

• Corinne Berzin, José Leon and Joaquin Ortega.
  Level crossings and local time for regularized Gausian processes, Probability and mathematical statistics, 1998, 39-81.

• A. M. Bincer and K. Riesselman.
  Casimir operators of the exceptional group , J. Math. Phys. 34 (12), 1993, 5935-5941.

  item Walter R. Bloom and Herbert Heyer.
  The harmonic analysis of probability measures on hypergroups, Bull. of the American mathematical society, July 1996, 355-362.

• S. Bochner.
  Cauchy's formula in several variables, Annals of Math. 45, 1944, 690-703.

• N. N. Bogolyubov, S. G. Gindikin, A. A. Kirillov, A. N. Kolmogorov, S. P. Novikov, L. D. Faddeev.
  Izrail Moiseevich Gel`fand (on his seventieth birthday), Russian Math. Surveys 38:6, 1983, 145-163.

• Ihor O. Bohachevsky, Mark E. Johnson and Myron L. Stein.
  Generalized simulated annealing for function optimization, Technometrics, 1986 Vol. 28, No. 3, 209-217.

• Raphael Bonis.
  Présentation des groupes réels orthogonaux et unitaires et relation de Yang-Baxter, C. R. Acad. Sci. Paris, 1999, 763-766.

• Armand Borel and Lizhen Ji.
  Compactifications of Symmetric Spaces I, preprint, 1-33.

• A. Borel and R. Remmert.
  Über kompakte homogene Kählersche Mannigfaltigkeiten, Math. Annalen 145, 1962, 429-439.

• A. N. Borodin.
  On the character of convergence to Brownian local time, I, II. Probab. Theory Relat. Fields 72 (1986), no. 2, 231-250, 251-277.

• Raoul Bott.
  Lecture on Morse theory, old and new, Bulletin (New Series) of the Am. Math. Soc., Vol. 7, No. 2, Sep. 1982, 331-358.

• Hafida Boudjellaba.
  A comparison of test criteria for Granger causality in multivariate ARMA models, preprint, 1993.

• Hafida Boudjellaba and Jean-Marie Dufour and Roch Roy.
  Simplified conditions for noncausality in multivariate ARMA models, Journal of Econometrics 63 (1994), 271-287.

• Hafida Boudjellaba, Brenda McGibbon and Patrice Sawyer.
  On exact inference for a change in a Poisson sequence, Commun. Statist. - Theory and Meth. 30(3), 407-434 (2001).

• H. Boudjellaba and T. Sari.
  Oscillations in a prey-predator-superpredator system, Journal of biological systems, Vol. 6, No. 1 (1998) 17-33.

• Philippe Bougerol.
  Comportement asymptotique des puissances de convolution d'une probabilité sur un espace symétrique, 29-45.

• T. Branson.
  T. Branson's notes, ICMS Instructional Conference (Analysis on Lie Groups and Partial Differential Equations), Edinburgh, April 1999, 1-55 and 1-6.

• D. R. Brillinger.
  The analyticity of the roots of a polynomial as function of the coefficients, Math. Mag. 39, 1966, 145-147.

• Richard A. Brualdi and Stephen Mellendorf.
  Regions in the complex plane containing the eigenvalues of a matrix, American mathematical monthly, 1994, 975-985.

• Floyd Buckley.
  Transformations of the fundamental equations of thermodynamics, Part of Journal of Research of the national Bureau of Standards, Volume 33, 1944.

• Marta Bunge.
  On a synthetic proof of the Ambrose-Palais Singer theorem for infinitesimally linear spaces, Cahiers de topologie et géométrie différentielle catégoriques, vol. 28, 1987, 127-141.

• Marta Bunge and Serge Dubuc.
  Local concept in SDG and germ representability, preprint, 1-66.

• Marta Bunge and Felipe Gago.
  Synthetic aspects of C mappings II: Mather's theorem for infinitesimally represented germs, Report from dept. of Math. and Stat. of McGill University 87-6, 1987, 1-58.

• Marta Bunge and Felipe Gago.
  Synthetic aspects of C mappings II: Mather's theorem for infinitesimally represented germs, Journal of Pure and Applied Algebra 55, 1988, 213-250.

• M. Bunge and P. Sawyer.
  On connections, geodesics and sprays in synthetic differential geometry, Cahiers de topologie et géométrie différentielle catégoriques, vol. 25, 1984, 221-258.

• R. Burridge and G. Papanicolaou.
  The Geometry of Coupled Mode Proagation in One-Dimensional Random Media, Communications in Pure and Applied Mathematics, Vol. XXV, 715-757, 1972.
  C

• Roberto Camporesi and Atsushi Higuchi.
  The Plancherel measure for -forms in real hyperbolic spaces, preprint, 1-35.

• Maria A. Ca ada-Pinedo and Ceferino Ruiz.
  Differential invariants of Pfaffian systems. Equivalence in dimension five, preprint, 1-11.

• J. F. Cari ena and A. M. Perelomov.
  A few remarks on integral representation for zonal spherical functions on the symmetric space , J. Phys. A: Math. Gen. 30, No 15 (1997) L495-L501.

• Elie Cartan.
  Domaines bornés homogènes de l'espace complexe variable complexe, Abdh. Math. Semi. Univ. Hamburg, 1955,

• William Casselman and Dragan Milicic.
  Asymptotic behavior of matrix coefficients of admissible representations, Duke Mathematical Journal, Vol. 49, No. 4, 1982, 869-930.

• O. A. Chalykh and A. P. Veselov.
  Commutative rings of partial differential operators and Lie algebras, Commun. Math. Phys. 126, 1990, 597-611.

• J. Chazarain.
  Formule de Poisson pour les variétéss riemanniennes, Inventionnes math. 24, 65-82 (1974).

• Maurice Chayet.
  Le comportement asymptotique du noyau de Green dans le cas des groupes semi-groupes déployés, pré-publication, 1994, 1-21.

• Maurice Chayet.
  Some general estimates for the heat kernel on a symmetric space and related problems of integral geometry, Thesis, McGill University, 1990, 1-76.

• Maurice Chayet et Noël Lohoué.
  On the cohomology of manifolds, Comptes Rendus de l'Academie des Sciences - Série I - Mathématique, 1997, vol. 324, no. 2, 211-213.

• Jeff Cheeger and Shing-Tung Yau.
  A lower bound for the heat kernel, Communications on Pure and Applied Mathematics, vol. XXXIV, 1981, 465-480.

• Siu Cheng, Peter Li and Shing-Tung Yau.
  On the upper estimate of the heat kernel of a complete Riemannian manifold, Amer. Jour. of Math., vol. 103, no. 5, 1021-1063.

• Ivan Cherednik.
  One-dimensional double Hecke algebra and Gaussian sums, Duke mathematical journal, 2001, 511-538 .

• Ivan Cherednik.
  Inverse Harish-Chandra transform and difference operators, International mathematics research notices, 1997, 733-750.

• Ivan Cherednik.
  Integral solutions of trigonometric Knizhnik-Zamolodchikov equations and Kac-Moody algebras, Publ. Res. Inst. Math. Sci. 27 (1991), no. 5, 727-744.

• Ivan Cherednik.
  From double Hecke algebra to analysis, Proceedings of the International Congress of Mathematicians, Vol. II (Berlin, 1998). Doc. Math. 1998, Extra Vol. II, 527-537 (electronic).

• Claude Chevalley.
  Invariants of finite groups generated by reflections, Amer. Jour. Math., vol. 77, 1955, 778-782.

• Jean-Louis Clerc.
  Fonctions de Bessel pour les algèbres de Jordan, Lecture Notes in Mathematics 1359, (Springer-Verlag, New-York), 1988, 122-134.

• Jean-Louis Clerc.
  Fonctions sphériques des espaces symétriques compacts, Transactions of the American Mathematical Society, Volume 306, Number 1, 1988.

• Jean-Louis Clerc.
  Représentation d'une algèbre de Jordan, polynômes invariants et harmoniques de Stiefel, J. reine angew. Math. 423 (1992), 47-71.

• Jean-Louis Clerc and E. M. Stein.
  -multipliers for noncompact symmetric spaces, Proc. Nat. Acad. Sci. U.S.A. 71 (1974), 3911-3912.

• C. Cocozza and M. Yor.
  Démonstration d'un théorème de F. Knight à l'aide de martingales exponentielles, Sém. Prob. XIV, Lectures Notes in Mathematics 784, (Springer-Verlag, New-York), 1980, 496-499.

• Nir Cohen and Stefano de Leo.
  The quaternionic determinant, The Electronic Journal of Linear Algebra, September 2000, 100-111.

• Ronald R. Coifman and Guido Weiss.
  Operators associated with representations of amenable groups, singular integrals induced by ergodic flows, the rotation method and multipliers, Studia Math. 47 (1973), 285-303.

• A. J. Coleman.
  Automorphisms of finite dimensional simple Lie algebras - variations on a theme of Victor Kac, preprint, 1-17.

• A. G. Constantine.
  Some non-central distribution problems in multivariate analysis, Ann. Math. Stat. 34, 1270-1285 (1963).

• M. J. Cornwall.
  Brownian motion and the heat kernels of Iwasawa -type groups, Journal of Lie Theory, Volume 11 (2001), 469-481.

• Thierry Couhlon.
  Dimensions at infinity for Riemannian manifolds, Potential analysis 4: 335-344, 1995.

• Thierry Couhlon and Michel Ledoux.
  Isopérimétrie, décroissance du noyau de la chaleur et transformations de Riesz: un contre-exemple, Ark. Mat., 32 (1994), 63-77.

• J. Coursol and D. Dacunha-Castelle.
  Remarks on the approximation of the likelyhood function of a stationnary Gaussian process, ?, 162-167.

• Michael Cowling.
  Harmonic Analysis on Semisimple Groups and Symmetric Spaces, preprint draft of proposed lecture notes for the ICMS Instructional Conference (Analysis on Lie Groups and Partial Differential Equations), Edinburgh, April 1999, 1-31.

• Michael Cowling.
  Harmonic analysis on semisimple groups and symmetric spaces, preprint overview of lectures for the ICMS Instructional Conference (Analysis on Lie Groups and Partial Differential Equations), Edinburgh, April 1999,1-14.

• M. Cowling and A. Nevo.
  Uniform estimates for spherical functions on complex semisimple Lie groups, Goemetric and Functional Analysis, 2001, 900-932.

• M. Csörgö and P. Révész.
  Three strong approximations of the local time of a Wiener process and their applications to invariance, Limit theorems in probability and statistics, Vol. I, II (Veszprém, 1982), 223-254, Colloq. Math. Soc. János Bolyai, 36, North-Holland, Amsterdam, 1984.
  D

• A. R. Dabrowski, G. Lamothe and D. R. McDonald.
  Accelerated simulation of ATM switching fabrics, 1998, preprint submitted to Elsevier Preprint, 1-15.

• E. B. Davies.
  Explicit constants for Gaussian upper bounds on heat kernels, American Journal of Mathematics 109 (1987), 319-334.

• E. B. Davies.
  Heat kernel bounds, conservation of probability and the Feller property, Journal d'analyse mathématique, Vol. 58 (1993), 99-119.

• E. B. Davies.
  Explicit constants for Gaussian upper bounds on heat kernels, American Journal of Mathematics 109 (1987), 319-334.

• E. B. Davies and N. Mandouvalos.
  Heat kernel bounds on hyperbolic space and Kleinian groups, Proc. London Math. Soc. (3) 57, 1988, 182-208.

• J. L. Davison.
  Continued fractions with bounded partial quotients, Proceedings of the Edinburgh Mathematical Society, 2002, 653-671.

• Les Davison.
  On the linear diophantine problem of Frobenius, Journal of Number theory, vol. 48, no. 3 September 1994, 353-363.

• Les Davison.
  The complexity of the Frobenius function, preprint, 1-9.

• Les Davison.
  Exponential growth in a class of difference equations, preprint, 1-10, 1977.

• Les Davison.
  A class of transcendental numbers with bounded partial quotients, Number Theory and Applications, 365-371 (1989).

• Yu A. Davydov.
  Local times for a multiparameter random process, Theory of probability and its applications, Volume XXIII, Number 3, 1978, 573-583.

• Youri Davydov.
  The rate of approximation of local time for random processes with smooth sample paths, PUB. IRMA, LILLE 1998, Vol. 44, No VIII, 11 pages.

• Yu A. Davydov and A. L. Rozin.
  On sojourn times for functions and random processes, Theory of probability and its applications, Volume XXIII, Number 3, 1978, 633-637.

• Amédée Débiard.
  Polynômes de Tchébychev dans un espace euclidien de dimension , C. R. Acad. Sc. Paris, t. 296 (11 avril 1983), 529-532.

• Amédée Debiard and Bernard Gaveau.
  Analysis on root systems, Can. J. Math., vol. 39, no. 6, 1987, 1281-1404.

• Amédée Debiard and Bernard Gaveau.
  Quantification du réseau de Toda ouvert , C. R. Acad. Sc. Paris, t. 301, Série I, no. 20, 1985, 943-946.

• Amédée Debiard and Bernard Gaveau.
  Noyaux de la chaleur pour certaines équations hypergéoméetriques et applications aux espaces symétriques de rang 1. C. R. Acad. Sc. Paris, t. 303, Série I, no. 17, 1986.

• Amédée Debiard and Bernard Gaveau.
  Noyau de la chaleur, systèmes de racines, et espaces symétriques de type , C. R. Acad. Sc. Paris, t. 303, Série I, no. 19, 1986, 95-953.

• Amédée Debiard and Bernard Gaveau.
  Noyaux de la chaleur de certaines équations aux dérivées partielles à singularité régulière et applications à certains espaces symétriques, C. R. Acad. Sc. Paris, t. 304, Série I, no. 5, 1987, 131-133.

• Amédée Debiard and Bernard Gaveau.
  Système différentiel hypergéométrique de type , C. R. Acad. Sc. Paris, t. 304, Série I, no. 13, 1987, 363-366.

• Amédée Debiard and Bernard Gaveau.
  Parties radiales des opérateurs invariants des espaces symétriques de type ; intégrales premières d'un hamiltonien à symétrie , C. R. Acad. Sc. Paris, t. 304, Série I, no. 14, 1987, 415-417.

• Amédé Debiard and Bernard Gaveau.
  Représentations intégrales de certaines fonctions sphériques d'un système de racines de rang , C. R. Acad. Sci. Paris Sér. I Math. 309, no. 10, 669-67, 1989.

• Jan Denef.
  Report on Igusa's local zeta function, Séminaire Bourbaki, no. 741, 1991, 1-25.

• J. Deshayes.
  Rupture de modès pour les processus de Poisson, ????

• S. Desjardins and P. Gilkey.
  Heat content asymptotics for operators of Laplace type with Neumann boundary conditions, preprint.

• P. Diaconis and L. saloff-Coste.
  What do we know about the Metropolis Algorithm?, Journal of Computer and System Sciences, 1998, 20-36.

• E. D. Di Claudio, R. Parisi and G. Orlandi.
  Adaptive Neural Beamforming by the Block Recursive Least Squares Algorithm, preprint, 2000, 1-16.

• Persi Diaconis.
  Patterns in eigenvalues : the 70th Josiah Willard Gibbs lecture, Bulletin of the American Mathematical Society, April 2003, 155 - 178.

• Hacen Dib.
  Fonction hypergéométrique sur une algèbre de Jordan, C. R. Acad. Sci. Paris, t. 315, Série I, 25-30, 1992.

• Hacen Dib.
  Fonction de Bessel sur une algèbre de Jordan, J. Math. pures et appliquées, 403-448, 1990.

• M. Jean Dieudonné.
  Les déterminants sur un corps non commutatif, Bull. Soc. Math. France, 1943, 27-45.

• Hongming Ding.
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